Reflexivity of subnormal operators
We give a new proof that subnormal operators are reflexive, using Thomson's result on the existence of analytic bounded point evaluations, and we extend this to certain subnormal \(n\)-tuples. We also give the first complete proof that a pair of doubly commuting isometries is reflexive.
existence of analytic bounded point evaluations
a pair of doubly commuting isometries is reflexive
scientific article; zbMATH DE number 540670